American Institute of Certified Planners (AICP) Practice Exam

Question: 1 / 2080

What is the distinguishing feature of a Continuous Variable?

It only takes whole number values

It can take any number within a given range

A distinguishing feature of a continuous variable is that it can take any number within a given range. This characteristic allows continuous variables to represent values that can vary without restriction to specific increments. For example, measurements such as height, weight, and temperature can be any value within a range and can include fractions or decimals, allowing for a smooth continuum of possible values.

This property differentiates continuous variables from discrete variables, which only take on whole number values or represent distinct categories. Continuous variables are crucial in statistical analysis because they provide a more nuanced understanding of data, enabling more sophisticated modeling techniques that take advantage of the full spectrum of possible values within a given range.

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It represents distinct categories

It cannot change values

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